Q.1. Explain with sketch 'Air Filter'.
Ans : An ideal air filter would be one, which would remove all foreign materials and allow dry, clean air to flow without restriction. The primary function of filter is to remove dirt and smoke particles in air. It also performs secondary function of condensing and removing water vapor that is present in the air
passing through it. Filters are classified according to the method of removal of dirt particles (as mechanical type, electricallypolymerized type), mesh size of filtering element (as fine, coarse and micro-filters) and filtering material (as synthetic type, impregnated felt type etc.)
Q.2. Explain with sketch Dual pressure valve used in Pneumatics.
The choice of type of filters depends upon the quality of air required, the normal air conditions, and accessibility to filter for repair or replacement of filtering element. Figure 19.1 shows a typical filter (mechanical type and using impregnated felt as the filter element).The filter has an inlet port from which
moist and dirty air enters, the air then passes through the filtering element and while passing, the dirt particles remain in the outer mesh. As well due to pressure drop the moisture contained in air gets condensed and drops in the glass tube below. A liquid condensate removal tap is provided at bottom of glass tube for liquid
condensate removal. The filters are rated by the mesh size as well the capacity of air flow.
Q.3. Explain with sketch Pressure Regulator.
Ans: A pressure regulator also called pressure-reducing valve is necessary to maintain the pressure at adesired level. The regulator also acts as a pressure guard by
preventing pressure surges or drops from entering the air circuit. The regulators are diaphragm type or the piston type.
Construction:
Q.4. Explain with sketch Dual pressure valve used in Pneumatics.
he diaphragm type pressure reducing valve consists of a diaphragm, made up of synthetic rubber, allows the proper movement for opening and closing of valve, without mechanical friction. The topside of diaphragm is in contact with lower spring rest where as the bottom side of diaphragm is contact with valve pin. This pin moves the valve from its seat.With the adjusting screw in fully retracted position, the valve is closed. As the adjusting screw is turned to compress the regulating spring, the valve is opened. The pressure at which air leaves the valve depends upon the size of valve opening. The valve acts automatically to maintain relatively constant outlet pressure. Thus if air pressure on discharge side of valve increases momentarily, it acts against the diaphragm to decreases the pressure exerted by the regulating spring on the valve. The valve moves upward, towards the closing position, greater throttling action takes place, and the pressure is reduced. Thus, the valve performs regulatory action.
Q.5. Explain with sketch Lubricator used in Pneumatic system.
Ans: In pneumatic systems since the working medium is air, additional means of lubrication are required to keep friction and wear to a minimum. It has been observed that two identical air cylinders, one with absolutely no lubricant and other with proper lubricant, showed a great difference in their seal life,
and lack of proper lubrication leads to rusting and pitting in the tubes due to air moisture.
There are number of types and designs of lubricator available from different manufactures.The figure above shows a common design in which venturi effect (as that of used in automotive carburetor) is
used to mix oil into air. Due to the pressure difference between oil surface and venturi throttle, the oil is forced up into the tube and it is carried away by air. The lubricator similar to a filter has a
sight feed glass, which shows quantity of oil present in the flask. Metering of oil is accomplished by a needle valve, which provides variable sized orifice. The lubricator can be filled manually shutting off the air pressure. The oil is atomized by air in the venturi tube.
Q.8. Explain with sketch the function of each element in FRL unit used in pneumatics. Also show its symbol.
Ans:
It is service unit used in Pneumatic system which is combination of three devices named as Filter, Regulator and Lubricator. Function of FRL Unit: 1. Filter: It
is used for separate out or filter out contaminants present in the compressed air.
2. Regulator: It is pressure control device used for regulating pressure of compressed air to the desired pressure at a steady state condition.
3. Lubricator: It is a device which is used for addition of lubricating oil particles in compressed air for lubrication of sliding or moving pneumatic components.
Sketch of the combined unit
Symbol of the FRL unit together and separates
Q.6. Explain with sketch the Quick Exhaust valve used in Pneumatics
Ans:
A quick exhaust valve, as the name implies is used for quick exhaust of the air from the actuator. In normal system (without quick exhaust valve), the air has to return through piping and valves. But since air is to be ultimately drained to atmosphere (and not to be returned to reservoir as in hydraulic system), it is efficient to drain it (called venting) directly to atmosphere as it leaves the actuator, this reduces the back pressure as well saves energy, required for driving out the air. This speedups the return stroke also.
Construction of a quick exhaust valve is shown in figure below. Similar to shuttle valve it has three ports namely pressure (P), load (L) and vent (R). It has an operating member (generally a movable disc). In normal forward stroke the disc moves to right opening port “P” to load “L”, as well closing
the vent ‘R’. In return stroke, the returning air pushes the flexible disc to left, closing the port “P” and at the same time
opening the vent “R”. Thus the air from load (L) is directly vented to atmosphere
Q.7. Explain with sketch the Shuttle valve used in Pneumatics
A shuttle valve also called as double check valve, which allows pressure in a line to be obtained fromalternative sources Construction, symbol and application of
a ball type shuttle valve is depicted in figure below . It consists of an operating element (which may ball or cone), which is free to move in a body, depending upon the side from which pressure is obtained. It has three ports namely X,Y and L.
The port “L” is output (load) port. The air is supplied to port “L”, by the valve either from “X.” or “Y”, from whichever pressure is applied, but at the same time,
the valve closes the flow “X” to “Y” or viseversa. An application of shuttle valve to operate single acting cylinder from two sources is also shown in
figure 18.10. When valve 1 is actuated, the compressed air is applied to the port “X”, the shuttle valve closes the port “Y” and supplies air to the cylinder through port “L”, and when valve 2 is actuated, the compressed air is applied to the port “Y”, the shuttle valve closes the port “X”, causing the cylinder to be fed
from port “L”.
Q.8. Explain with sketch the Time Delay valve used in Pneumatics.
Pneumatic time delay valve is used when time based sequencing is required. Construction and symbol of valve is shown in fig.18.12. It is simply a 3/2 direction control valve, which is impulse operated from one side. Time delaying is achieved by delaying the impulse actuation. The valve has an in-built air
reservoir and in-built non-return flow control valve.When impulse is applied to port “Z” for valve actuation, the air passes through needle control valve,
which controls the rate of flow, further the valve spool is not actuated until the air reservoir is filled completely and pressure isbuilt-up. (This time difference between impulse application at “Z” and actual spool actuation is the “delay”, which is adjustable
through needle valve). This valve is found applicable in time based sequencing, which is common industrial application, e.g. clamping, indexing, feed motions etc.
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)
Q.9. Explain with sketch Dual pressure valve used in Pneumatics.
A two pressure valve requires two pressurised inputs to allow an output from itself. This is achieved by a similar system to the one shown below, one active input slides the shuttle valve shut blocking any air flow, add two active inputs and the shuttle remains centralised allowing flow through the valve
These valve types are commonly associated but not limited to safety circuits, for example a two push button operation system whereby an operator is required to use both hands to activate two push buttons, this would ensure the operators hands are out of reach of any hazardous operations.
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